Geodesy & Cartographic Systems
Code UE : HBB350
- Cours + travaux pratiques
- 3 crédits
- Volume horaire de référence
(+ ou - 10%) : 30 heures
Responsable(s)
Claire MARION
Public, conditions d’accès et prérequis
Entry requirements
Initial Competences
Same as to be admitted to higher education.
Good knowledge of mathematics
Good knowledge of physics
Good knowledge of English
Relation to other courses
HB300 – Information technology
HB310 – Navigation
HB340 – Tides and currents
HB360 – Hydrographic surveying
HB370 – data management
HB500 – Hydrographic practice
Initial Competences
Same as to be admitted to higher education.
Good knowledge of mathematics
Good knowledge of physics
Good knowledge of English
Relation to other courses
HB300 – Information technology
HB310 – Navigation
HB340 – Tides and currents
HB360 – Hydrographic surveying
HB370 – data management
HB500 – Hydrographic practice
Objectifs pédagogiques
Module Outline:
- The ellipsoid of revolution and its relation to the Geoid
- Datums
- The principles of gravity models and gravity reduction
- Transformation between ellipsoids and/or datums
- Celestial sphere and coordinate systems
- Basics of astronomic positioning
- Impact of geocentric vs. Local geodetic datums
- Essentials of gravimetry
- Vertical reference systems
- Definition of a cartographic system
?
- Geodetic, astronomic, orbital and geocentric systems
- The Conventional Terrestrial System and some of its practical realizations such as GRS80, WGS84 etc.
??
??
Classification (orthogonal vs. Non-orthogonal, etc...)
Main properties of cylindrical, azimutal and conical projections (including development of the analytical projection formulae)
Deformations (conform, equivalent, equidistant, aphylactic)
Calculation of the deformation based on the indicatrix of Tissot
Detailed approach of certain conformal projections (Mercator, Stereographic Azimutal)
UTM (including military and civil grid system)
Transformation between geographic and grid coordinates, compute convergence, scale factors and arc to chord corrections, using appropriate software
- Introduction to geodesy
- The ellipsoid of revolution and its relation to the Geoid
- Datums
- The principles of gravity models and gravity reduction
- Transformation between ellipsoids and/or datums
- Celestial sphere and coordinate systems
- Basics of astronomic positioning
- Impact of geocentric vs. Local geodetic datums
- Essentials of gravimetry
- Vertical reference systems
- Definition of a cartographic system
?
- Coordinate systems for positioning
- Geodetic, astronomic, orbital and geocentric systems
- The Conventional Terrestrial System and some of its practical realizations such as GRS80, WGS84 etc.
??
- Geodetic computations
??
- Map projections
Classification (orthogonal vs. Non-orthogonal, etc...)
Main properties of cylindrical, azimutal and conical projections (including development of the analytical projection formulae)
Deformations (conform, equivalent, equidistant, aphylactic)
Calculation of the deformation based on the indicatrix of Tissot
Detailed approach of certain conformal projections (Mercator, Stereographic Azimutal)
UTM (including military and civil grid system)
- Grids and graticules on projections
- Map Use
Transformation between geographic and grid coordinates, compute convergence, scale factors and arc to chord corrections, using appropriate software
Compétences visées
Learning Outcomes:
- Describe the shape of the Earth in terms of potential and ellipsoidal models
- To be able to explain modern geodetic reference systems and associated reference systems
- Explain horizontal and vertical datum transformation concepts
- Being able to describe geometry of lines on the ellipsoid and perform forward and inverse computations on the ellipsoidal surface
- Explain the properties and distortions in different types of projections used in maps and charts
- To be able to explain projection types and to apply appropriate projection formulae
- To be able to distinguish gravity-related and ellipsoidal heights
Contenu
Lecture 1 Introduction to geodesy
Lecture 2 Coordinate systems for positioning
Lecture 3 Geodetic computations
Lecture 4 Map Projections
Lecture 5 Grids and graticules on projections
Lecture 6 Map Use
Lecture 2 Coordinate systems for positioning
Lecture 3 Geodetic computations
Lecture 4 Map Projections
Lecture 5 Grids and graticules on projections
Lecture 6 Map Use
Modalité d'évaluation
Evaluation
Evaluation form
Written examination, partly with multiple choice, partly with open questions.
Fieldwork – permanent evaluation the practical exercises.
Assessment methodology
The final figure of assessment is composed of:
80% (written examination)
20% (permanent evaluation)
Assessment criteria
Theory examination: quality of knowledge, insight, relation between subjects, …
Permanent evaluation: workshops, proof of attendance, portfolio: reports, exercises, ...
Evaluation form
Written examination, partly with multiple choice, partly with open questions.
Fieldwork – permanent evaluation the practical exercises.
Assessment methodology
The final figure of assessment is composed of:
80% (written examination)
20% (permanent evaluation)
Assessment criteria
Theory examination: quality of knowledge, insight, relation between subjects, …
Permanent evaluation: workshops, proof of attendance, portfolio: reports, exercises, ...
Cette UE apparaît dans les diplômes et certificats suivants
Rechercher une formation
CRITERES
- Le champ Mot-clé permet de rechercher les formations grâce à un mot ou à une expression présent dans l’intitulé ou dans les index d’une formation.
Des index vous sont suggérés à partir du 3e caractère saisi, mais vous pouvez aussi saisir librement tout autre chaîne de caractères . - les différents items sélectionnés sont croisés.
ex: "Comptabilité" et "Région Alsace"
CODE
- Vous pouvez utiliser le caractère joker * pour remplacer un nombre quelconque de caractères
- UE : le code comprend 3 lettres immédiatement suivies de 3 chiffres
- Certificat : le code comprend 2 ou 3 lettres immédiatement suivies de 3 chiffres. Certains certificats se déclinent selon plusieurs parcours :
- pour afficher le tronc commun, tapez le code simple (ex : LG005).
- pour afficher un parcours précis dans un diplôme, faites suivre le code de la lettre "p", et du numéro de parcours (ex : LG005p2). Si le diplôme ne comporte qu'un seul parcours, faites suivre la lettre "p" de -1 (ex : CYC17p-1).
Dans tous les cas, veillez à ne pas insérer d'espace ou de ponctuation supplémentaire.
Chargement du résultat...
Intitulé de la formation |
Type |
Modalité(s) |
Lieu(x) |
|
---|---|---|---|---|
Intitulé de la formation
Bachelor océanographe prospecteur
|
Lieu(x)
Initial
|
Lieu(x)
Paris
|
||
Intitulé de la formation | Type | Modalité(s) | Lieu(x) |
Contact
Voir le calendrier, le tarif, les conditions d'accessibilité et les modalités d'inscription dans le(s) centre(s) d'enseignement qui propose(nt) cette formation.
Enseignement non encore programmé
Code UE : HBB350
- Cours + travaux pratiques
- 3 crédits
- Volume horaire de référence
(+ ou - 10%) : 30 heures
Responsable(s)
Claire MARION